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Functions like 'Plot' and 'ListPlot' can be used to draw graphs of functions and data.
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Graphics is implemented as a collection of <i>graphics primitives</i>. Primatives are objects like 'Point', 'Line', and 'Polygon' and become elements of a <i>graphics object</i>.
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A graphics object can have directives as well such as 'RGBColor', and 'Thickness'.
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There are several kinds of graphics objects; each kind has a head which identifies its type.
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>> ListPlot[ Table[Prime[n], {n, 20} ]]
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= -Graphics-
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>> Head[%]
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= Graphics
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>> Graphics3D[Sphere[]]
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= -Graphics3D-
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>> Head[%]
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= Graphics3D
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>>
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"""
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frommathics.versionimport__version__# noqa used in loading to check consistency.
There are a number of functions found in mathematical physics and found in standard handbooks.
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One thing to note is that the technical literature often contains several conflicting definitions. So beware and check for conformance with the Mathics documentation.
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A number of special functions can be evaluated for arbitrary complex values of their arguments. However defining relations may apply only for some special choices of arguments. Here, the full function corresponds to an extension or "analytic continuation" of the defining relation.
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For example, integral representations of functions are only valid when the integral exists, but the functions can usually be defined b by analytic continuation.
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"""
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frommathics.versionimport__version__# noqa used in loading to check consistency.
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